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Unit 1.Ordinal and relation signs
Look through the table and try to memorize it.
signs reading examples
1. Firstly; or: in the first place
2. Secondly; or in the second
place
. Point; or: decimal point
… And so on to 1, 2, 3… 25 (read: one, two, three
and so on to twenty five
∞
Λ
And so on to infinity 1, 2, 3… (read: one, two, three and
so on to infinity
Θ
I: since, because
1
x
x one, or : x sub one
∞→
x
x approaches infinity or: x
tends to infinity
= is equal to, or: does not equal a=b; a equals b or: a is equal to ; or:
a is b
≠
is not equal to; or: does not
equal
ba
≠
; a does not equal b; or: a is not
equal to b; or: a is not b
α
, ~ (is) directly proportional to p~ q
≈
~
≅
approximately equals
or : is approximately equal to
a=b;
a approximately equals b,
or ; a is approximately equal to b
:: as (in proportions) p:q :: s:t, read p(is) to q as s (is) to t
≡
Is identical with, or is always
equal to
F(x)= 0 f of x(is) identical with zero
()
Parentheses; or : round
brackets
[]
Brackets; or: square brackets
{}
braces
< (is) less than p<q; p (is) less than q
> (is) greater than p>q; p (is) greater than q
≤
(is) not greater than p, q stands for p=x=q
>
/
(is) greater than of equals The closed interval p q stands x not
less than
≥
(is) not greater than of equals
ba ≥
a (is) greater than or equals b
≥≥<
/
,,
(is) not less than
;;'; bababa
<
/
≥≥
a is not less than b
4
Unit 1.Ordinal and relation signs Look through the table and try to memorize it. signs reading examples 1. Firstly; or: in the first place 2. Secondly; or in the second place . Point; or: decimal point … And so on to 1, 2, 3… 25 (read: one, two, three and so on to twenty five Λ∞ And so on to infinity 1, 2, 3… (read: one, two, three and so on to infinity Θ I: since, because x1 x one, or : x sub one x→∞ x approaches infinity or: x tends to infinity = is equal to, or: does not equal a=b; a equals b or: a is equal to ; or: a is b ≠ is not equal to; or: does not a ≠ b ; a does not equal b; or: a is not equal equal to b; or: a is not b α,~ (is) directly proportional to p~ q ≈ approximately equals a=b; ~ or : is approximately equal to a approximately equals b, ≅ or ; a is approximately equal to b :: as (in proportions) p:q :: s:t, read p(is) to q as s (is) to t ≡ Is identical with, or is always F(x)= 0 f of x(is) identical with zero equal to ( ) Parentheses; or : round brackets [] Brackets; or: square brackets {} braces < (is) less than p(is) greater than p>q; p (is) greater than q ≤ (is) not greater than p, q stands for p=x=q >/ (is) greater than of equals The closed interval p q stands x not less than ≥ (is) not greater than of equals a ≥ b a (is) greater than or equals b , ≥, ≥ (is) not less than a ≥ b; a ≥ b' ; a b; a is not less than b 4
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